Study about spectra of graph has became interesting work as well as study about commuting and non commuting graph of a group or a ring. But the study about spectra of commuting and non commuting graph of dihedral group has not been done yet. In this paper, we investigate adjacency spectrum, Laplacian spectrum, signless Laplacian spectrum, and detour spectrum of commuting and non commuting graph of dihedral group D2
Research on the spectra of a graph still attracts the attention of many researchers over the last de...
An automorphism of finite graph G is a permutation on its vertex set that conserves adjacency. The s...
In this paper, the generalized conjugacy class graph for dihedral groupof order 2n is constructed to...
Let G be a graph with vertex set V = {v1,v2,..., vp}, A(G) is adjacency matrix of G and D(G) is diag...
This paper considers commuting graphs over the semidihedral group SD8n . We compute their eigenvalue...
Study of graph from a group has become an interesting topic until now. One of the topics is spectra ...
For a finite group G and a nonempty subset X of G, we construct a graph with a set of vertex X such ...
Study on the energy of a graph becomes a topic of great interest. One is the detour energy which is ...
We study spectra of noncommutative dynamical systems, representations of fractal groups, and regular...
Commuting graph is a graph that has a set of points X and two different vertices to be connected dir...
Assume is a non-abelian group A dihedral group is the group of symmetries of a regular polygon, wh...
Research topics on graph associated with a group are subject of much investigation today as well as ...
INDONESIA: Penelitian ini membahas pola umum spektrum adjacency, Laplace, signless Laplace, dan d...
The aim of this article is to compute the signless and normalized Laplacian spectrums of the power ...
A dominating set S of a graph is a subset of the vertex set of the graph in which the closed neighbo...
Research on the spectra of a graph still attracts the attention of many researchers over the last de...
An automorphism of finite graph G is a permutation on its vertex set that conserves adjacency. The s...
In this paper, the generalized conjugacy class graph for dihedral groupof order 2n is constructed to...
Let G be a graph with vertex set V = {v1,v2,..., vp}, A(G) is adjacency matrix of G and D(G) is diag...
This paper considers commuting graphs over the semidihedral group SD8n . We compute their eigenvalue...
Study of graph from a group has become an interesting topic until now. One of the topics is spectra ...
For a finite group G and a nonempty subset X of G, we construct a graph with a set of vertex X such ...
Study on the energy of a graph becomes a topic of great interest. One is the detour energy which is ...
We study spectra of noncommutative dynamical systems, representations of fractal groups, and regular...
Commuting graph is a graph that has a set of points X and two different vertices to be connected dir...
Assume is a non-abelian group A dihedral group is the group of symmetries of a regular polygon, wh...
Research topics on graph associated with a group are subject of much investigation today as well as ...
INDONESIA: Penelitian ini membahas pola umum spektrum adjacency, Laplace, signless Laplace, dan d...
The aim of this article is to compute the signless and normalized Laplacian spectrums of the power ...
A dominating set S of a graph is a subset of the vertex set of the graph in which the closed neighbo...
Research on the spectra of a graph still attracts the attention of many researchers over the last de...
An automorphism of finite graph G is a permutation on its vertex set that conserves adjacency. The s...
In this paper, the generalized conjugacy class graph for dihedral groupof order 2n is constructed to...